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NFL Point spread: arbitrage calculator

Market
2-way
Typical overround
4%–5%
Sample arbitrage return
-3.51%
Inputs
2 legs
Odds format for every leg
Leg 1
Leg 2
Results
Return on stake-3.51%-3.51 profit on 100.00 staked
No arbitrage
Profit on every outcome
-3.51
Total stake
100.00
Sum of implied probabilities
103.64%
LegOdds usedEffective oddsStake
Back Favorite -3.51.9501.95049.48
Back Underdog +3.51.9101.91050.52
If this winsLegs that payGross returnCommissionNet profit
Favorite -3.5Favorite -3.596.490.00-3.51
Underdog +3.5Underdog +3.596.490.00-3.51

No arbitrage: -3.51% return

The point spread is priced at -110 on each side at most books, with the line rather than the price moving to balance action. Whole-number lines can push, which refunds the stake and breaks an arbitrage.

Market structure

NFL Point spread has 2 outcomes (

Favorite -3.5, Underdog +3.5

). Bookmakers typically price it with an overround between 4% and

5%

. For an arbitrage you need prices from at least two books whose implied probabilities, taken at the best price per outcome, add up to less than 100%.

Worked example

Two books quote 1.91 / 1.91 and 1.95 / 1.87. Taking the best price for each outcome (1.95 / 1.91) gives an implied sum of 103.64%. Arbitrage: no, return -3.51%. The calculator above is pre-filled with those best prices; the stakes for 100 in total are 49.48 / 50.52.

Best price per outcome across two books
OutcomeBook ABook BBestStake of 100
Favorite -3.51.911.951.9549.48
Underdog +3.51.911.871.9150.52

Two-way specifics

Point spreads carry a push risk: if the line is a whole number and the game lands on it, one leg is refunded and the position is no longer an arbitrage. Prefer half-point lines or check both books use the same number.

Frequently asked questions

How many legs does a NFL Point spread arbitrage need?

One per outcome: 2 legs covering Favorite -3.5, Underdog +3.5. Every outcome must be backed for the position to profit whatever happens.

How large is the overround in NFL Point spread?

Typically 4% to 5% at a single book. An arbitrage needs the best prices across books to sum below 100%, so the gap between books has to exceed the margin.

Is the worked example on this page a real arbitrage?

The sample prices give an implied sum of 103.64% at the best price per outcome (arbitrage: no). They are illustrative; live prices change constantly.

What can go wrong with an arbitrage across 2 outcomes?

A leg not being available at the assumed price, a void or push on one leg, different settlement rules between books, and stake limits that stop you placing the full amount.